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Reciprocity Laws - Franz Lemmermeyer's on-line book on reciprocity laws, with bibliography and proofs of quadratic reciprocity.
 
SeqFan Mailing List - Devoted to the study of integer sequences.
 
Seva Lev's Problem Page - A collection of research problems.
 
Some Number-Theoretical Constants - Products of rational functions of p over primes, computed by Gerhard Niklasch and Pieter Moree.
 
Somos Polynomials - Related to Somos sequences and elliptic theta functions.
 
Somos Sequence Mailing List Archive - Maintained by Jim Propp.
 
Square-free Gaps - Algorithm and source code for the calculation of square-free numbers and gaps.
 
Suggested Readings in Algorithmic Number Theory - Provided by the organizers of the MSRI Fall 2000 program in Algorithmic number theory.
 
Summary of Eulers 96 Articles on Number Theory - Part of the Euler Project.
 
The Arithmetic Properties of Binomial Coefficients - Activated text by Andrew Granville.
 
The Canadian Number Theory Association - A loosely defined group of individuals, mainly in Canada, active in research in Number Theory.
 
The Fifth Arithmetical Operation. - A novel look at continued fractions and other numerical processes.
 
The Idelic Approach to Number Theory - Notes by Tom Weston of a course at Harvard by Barry Mazur (DVI).
 
The LLL Algorithm - Papers on the LLL algorithm and its applications collected by François Koeune.
 
The Somos Sequence Site - Web resources for information on Somos sequences and related topics such as elliptic divisibility sequences.
 
The Valuation Theory Home Page - A forum for all mathematicians who work in valuation theory or apply valuation theoretical results in their own field of research.
 
The Work of Robert Langlands - Thesis, papers, manuscripts, letters and bibliography.
 
Three Years of Computing - Palindrome Quest. Reporting computations on the 196 problem.
 
Using Mathematica in a Course on Number Theory - By Kenneth Kramer, Queens College (CUNY). Abstract with text in PDF.
 
Vignettes on Automorphic and Modular forms, Representations, L-functions, and Number Theory - By Paul Garrett.
 
 

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